Pages that link to "Item:Q1058321"

The following pages link to A perturbation method for certain nonlinear oscillators (Q1058321):

Displaying 30 items.

• Closed-form criterion for convergence and stability of pseudo-force method for nonlinear dynamic analysis (Q345925) (← links)
• On the use of two classical series expansion methods to determine the vibration of harmonically excited pure cubic oscillators (Q637948) (← links)
• The periodic solutions of certain nonlinear oscillators (Q750711) (← links)
• Perturbation from Dirichlet problem involving oscillating nonlinearities (Q870096) (← links)
• An analytical method for analyzing symmetry-breaking bifurcation and period-doubling bifurcation (Q907646) (← links)
• Study of a piecewise linear dynamic system with negative and positive stiffness (Q907672) (← links)
• An equivalent nonlinearization method for strongly nonlinear oscillations (Q986769) (← links)
• Vibration analysis of moderate-thick plates with slowly varying thickness (Q1082135) (← links)
• A perturbation method for the analysis of vibrations and bifurcations associated with non-autonomous systems. I: Non-resonance case (Q1187553) (← links)
• On the generalized averaging method of a class of strongly nonlinear forced oscillators (Q1330336) (← links)
• Application of the improved complex normal form method based on He's energy balance method to a noise included nonlinear oscillator (Q1665051) (← links)
• A modification of Adomian's solution for nonlinear oscillatory systems (Q1842822) (← links)
• Forced pure nonlinear symmetrical oscillators (Q1933932) (← links)
• The elliptic core of nonlinear oscillators (Q1937634) (← links)
• A modified iteration perturbation method for some nonlinear oscillation problems (Q2501308) (← links)
• Scheifele two-step methods for perturbed oscillators (Q2519732) (← links)
• A perturbation-incremental method for strongly nonlinear oscillators (Q2564402) (← links)
• On a problem of modified Lindstedt--Poincaré for certain strongly nonlinear oscillators (Q2577792) (← links)
• Study of one-frequency oscillations in strongly nonlinear systems by methods of perturbation theory (Q2740141) (← links)
• A modified eigenfunction expansion approximation for nonlinear oscillating equations (Q2899217) (← links)
• An intrinsic method of harmonic analysis for non-linear oscillations (a perturbation technique) (Q3220916) (← links)
• Construction of a perturbation solution for a non-linear, singular oscillator equation (Q3224439) (← links)
• On the method of strained parameters and the method of averaging (Q3335061) (← links)
• (Q3718209) (← links)
• (Q4040661) (← links)
• (Q4597025) (← links)
• (Q4735442) (← links)
• (Q4897107) (← links)
• SOME ASYMPTOTIC METHODS FOR STRONGLY NONLINEAR EQUATIONS (Q5470109) (← links)
• Parametric disorder effects on a subcritical stationary bifurcation under nonlinear gradient term (Q6108542) (← links)